On a desert island lives a colony of extremely active dormouse. The population are given by time t (in months after 1. jan, 2020) is given by the function: a) During a calendar year; when is the population the largest and when is it the smallest? When is the population is strictly growing and when is it strictly declining?
On a desert island lives a colony of extremely active dormouse. The population are given by time t (in months after 1. jan, 2020) is given by the function: a) During a calendar year; when is the population the largest and when is it the smallest? When is the population is strictly growing and when is it strictly declining?
Chapter6: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 2RE: The population of a herd of deer is represented bythe function A(t)=205(1.13)t , where tis given...
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On a desert island lives a colony of extremely active dormouse. The population are given by time t (in months after 1. jan, 2020) is given by the function:
a) During a calendar year; when is the population the largest and when is it the smallest? When is the population is strictly growing and when is it strictly declining?
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